Holy War (Dragonland album)

Holy War is the second album released by the power metal band Dragonland, set in the fictional world of Dragonland.

Holy War
Studio album by
ReleasedJune 29, 2002
RecordedDecember 2001 - January 2002 at Studio Fredman, Gothenburg, Sweden
GenrePower metal, symphonic metal
Length56:11
LabelBlack Lotus
ProducerPatrik J., Fredrik Nordström of Dream Evil
Dragonland chronology
The Battle of the Ivory Plains
(2001)
Holy War
(2002)
Starfall
(2004)

Track listing

All music written by Dragonland unless otherwise noted

  1. "Hundred Years Have Passed" – 2:24
  2. "Majesty of the Mithril Mountains" – 5:29
  3. "Through Elven Woods and Dwarven Mines" – 5:32
  4. "Holy War" – 6:48
  5. "Calm Before the Storm" – 4:53
  6. "The Return to the Ivory Plains" – 6:05
  7. "Forever Walking Alone" – 4:55
  8. "Blazing Hate" – 5:25
  9. "A Thousand Points of Light" – 6:02
  10. "One With All" – 4:24
  11. "The Neverending Story" (Limahl Cover)* – 3:03
  12. "Allemande" (Johann Sebastian Bach)* – 1:06
  13. "So Many Questions"* - 3:40
  • Japanese bonus tracks.

Personnel

  • Jonas Heidgert - vocals, drums
  • Nicklas Magnusson - guitars
  • Olof Mörck - guitars
  • Elias Holmlid - keyboards, synthesizers
  • Christer Pedersen - bass

Credits

  • Mixed and Engineered by: Patrik J., Fredrik Nordström of Dream Evil
  • Mastered at: Athens Mastering House
  • Cover Art by: Chrille Andersson
  • Band Photos by: Tanja Backhaus


gollark: It seems to be if you use the WRONG version, is the thing.
gollark: Apparently, if you integrate the "characteristic function of the rational numbers" (1 if rational, 0 otherwise) from 0 to 1, you will attain 1, because x is always rational (because b - a is 1, and all the partitions are the same size), even though it should be 0.
gollark: For another thing, as I found out while reading a complaint by mathematicians about the use of Riemann integrals over gauge integrals, if you always take the point to "sample" as the left/right/center of each partition *and* the thing is evenly divided up into partitions, it's actually wrong in some circumstances.
gollark: For one thing, the sum operator is very bee there because it does not appear to be counting integers.
gollark: It's wrong and abuse-of-notationy however.
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